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Interfaces and free boundaries
Tome 26 (2024)
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Sommaire du
Fascicule no. 1
Functional inequalities and strong Lyapunov functionals for free surface flows in fluid dynamics
Thomas Alazard
;
Didier Bresch
p. 1-30
Quantitative convergence of the “bulk” free boundary in an oscillatory obstacle problem
Farhan Abedin
;
William M. Feldman
p. 31-44
A two-phase free boundary with a logarithmic term
Morteza Fotouhi
;
Somayeh Khademloo
p. 45-60
Polyharmonic equations involving surface measures
Marius Müller
p. 61-78
The double-bubble problem on the square lattice
Manuel Friedrich
;
Wojciech Górny
;
Ulisse Stefanelli
p. 79-134
Elliptic regularization of some semilinear parabolic free boundary problems
Alessandro Audrito
;
Tomás Sanz-Perela
p. 135-159
Sommaire du
Fascicule no. 2
Effective interface conditions for a porous medium type problem
Giorgia Ciavolella
;
Noemi David
;
Alexandre Poulain
p. 161-188
$C^{1,\alpha}$
-regularity for a class of degenerate/singular fully non-linear elliptic equations
Sumiya Baasandorj
;
Sun-Sig Byun
;
Ki-Ahm Lee
;
Se-Chan Lee
p. 189-215
Tangential contact between free and fixed boundaries for variational solutions to variable-coefficient Bernoulli-type free boundary problems
Diego Moreira
;
Harish Shrivastava
p. 217-243
Qualitative study of a geodynamical rate-and-state model for elastoplastic shear flows in crustal faults
Alexander Mielke
;
Tomáš Roubíček
p. 245-282
Monge–Kantorovich interpolation with constraints and application to a parking problem
Giuseppe Buttazzo
;
Guillaume Carlier
;
Katharina Eichinger
p. 283-320
Sommaire du
Fascicule no. 3
Almost minimizers for the thin obstacle problem with variable coefficients
Seongmin Jeon
;
Arshak Petrosyan
;
Mariana Smit Vega Garcia
p. 321-380
The matching problem between functional shapes via a
$BV$
penalty term: A
$\Gamma$
-convergence result
Giacomo Nardi
;
Benjamin Charlier
;
Alain Trouvé
p. 381-414
A minimization problem with free boundary and its application to inverse scattering problems
Pu-Zhao Kow
;
Mikko Salo
;
Henrik Shahgholian
p. 415-471
Symmetry and asymmetry in a multi-phase overdetermined problem
Lorenzo Cavallina
p. 473-488
Sommaire du
Fascicule no. 4
Multi-component conserved Allen–Cahn equations
Maurizio Grasselli
;
Andrea Poiatti
p. 489-541
Structure of singularities in the nonlinear nerve conduction problem
Aram Karakhanyan
p. 543-561
Improved estimates for the sharp interface limit of the stochastic Cahn–Hilliard equation with space-time white noise
Ľubomír Baňas
;
Jean Daniel Mukam
p. 563-586
A phase-field version of the Faber–Krahn theorem
Paul Hüttl
;
Patrik Knopf
;
Tim Laux
p. 587-623
Continuity of the temperature in a multi-phase transition problem. Part II
Ugo Gianazza
;
Naian Liao
p. 625-674